Recent projects

clc clear plot([-6 -2], [-3 -3], 'b', 'LineWidth', 2); hold on; plot([-2 3], [2 2], 'b', 'LineWidth', 2); plot([3 7], [5 5], 'b', 'LineWidth', 2); hold off; title('Kimberly Randle');

clc clear disp "courtni k." x=-3+45i; y=5-2i; w=y/x z=exp(y) r=sqrt(y) s=y*x^2

% Three-Petal Rose % Parametric equations: % x = a*cos(3t)*cos(t) % y = a*cos(3t)*sin(t) clc; clear; close all; a = 2;

print('Hello world!')

clc; clear; a = pi/2; t = pi/6; y = (6*sqrt(2)*(asin(2*t-2))^2*(3*acos(t)-2)*tan(t)) / ... (a*(73 - 80*cos(t)^2 + 9*sin(2*t))^(1/2)); disp(y)

x = -5:0.01:5; y = 2*x.*sin(x).*cos(x) + x.^3; plot(x,y) title('Graph of y') xlabel('x') ylabel('y')

clc; clear; a = pi/2; t = pi/6; y = (6*sqrt(2)*(asin(2*t-2))^2*(3*acos(t)-2)*tan(t)) / ... (a*(73 - 80*cos(t)^2 + 9*sin(2*t))^(1/2)); disp(y)

#include <iostream> using namespace std; int main() { double r, s; cin>>r; s=3.14*r*r; cout<<s<<endl; return 0;

x = -3+4i; y = 5-2i; w = y/x; z = exp(y); r = sqrt(y); s = y*x^2; disp(w) disp(z)

let nomeAluno = "Carlos"; let idadeAluno = 20; if (idadeAluno >= 18){ if (nomeAluno !=""){ console.log(nomeAluno + "é maior de idade"); } } else { console.log(nomeAluno + "é menor de idade"); }

% Three-Petal Rose % Parametric equations: % x = a*cos(3t)*cos(t) % y = a*cos(3t)*sin(t) clc; clear; close all; a = 2;

#include <iostream> using namespace std; int main() { double r, s; cin>>r; s=3.14*r*r; cout<<s<<endl; return 0;

#core/CLI.py import logging logging.basicConfig( level=logging.INFO, format="%(asctime)s %(levelname)s %(name)s: %(message)s" ) import subprocess import typer

A = [2 -3 5 4; 6 4 -2 7; 9 -5 8 -3; 11 7 3 6]; B = [18; 31; 27; 64]; X = A\B; x = X(1)

#include <iostream> using namespace std; int main() { double r, s; cin>>r; s=3.14*r*r; cout<<s<<endl; return 0;

clc clear a = 2; t = (0: 2*pi: 1000); x = a*cos(3*t).*cos(t); y = a*cos(3*t).*sin(t); plot(x, y, 'LineWidth', 2);

#include <stdio.h> int main(void) { int age; printf("Quel age avez vous ? \n"); scanf("%d", &age); if ( age<18 || age>65 ) { printf("Reduc autorise\n");

x = -pi:0.1:pi; plot(x, cos(x))

clc clear disp "courtni k." a=[1 -2 3;4 5 -6; -7 8 9] B=a(2:3,1:2) C=a.^(-2) I=[1 0; 0 1] D=B + I

x1 = -6:0.1:-2; x2 = -2:0.1:3; x3 = 3:0.1:7; y1 = -3*ones(size(x1)); y2 = 2*ones(size(x2)); y3 = 5*ones(size(x3)); plot(x1,y1,x2,y2,x3,y3)